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    "Data Loading\n",
    "============\n",
    "\n",
    "Once you know the `products` or `datasets` that you are interested in, you can load data using `dc.load()`.\n",
    "\n",
    "Loading Datasets\n",
    "----------------\n",
    "\n",
    "One way to load data from a datacube is to pass a list of datasets to `dc.load()`.\n",
    "For example, we can load the `ls9_sr` datasets we found in the previous [Data Searching](data-searching.ipynb) example by passing them to `dc.load()`'s `datasets` parameter.\n",
    "\n",
    "To load data for a subset of measurements, we can supply them to `dc.load()`'s `measurements` parameter (here we use the `red`, `green`, `blue` measurement alias names  that we obtained in the [Product Discovery](product-discovery.ipynb) example). For indexed datacube products, we also need to supply our desired output coordinate reference system (`output_crs`) and output resolution (`resolution`). \n",
    "Datacube will then resample and reproject our data to match these inputs.\n"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (time: 2, y: 8119, x: 7192)\n",
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       "  * time         (time) datetime64[ns] 2022-01-15T08:31:52.404426 2022-01-31T...\n",
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       "Attributes:\n",
       "    crs:           EPSG:6933\n",
       "    grid_mapping:  spatial_ref</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-1d228382-c84a-4752-8eb2-f2e527315c93' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1d228382-c84a-4752-8eb2-f2e527315c93' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2</li><li><span class='xr-has-index'>y</span>: 8119</li><li><span class='xr-has-index'>x</span>: 7192</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9d88ac09-663d-4852-a2f1-3112c2af7653' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9d88ac09-663d-4852-a2f1-3112c2af7653' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-15T08:31:52.404426 2022-...</div><input id='attrs-59b11059-aa8e-4faf-802d-e0f5f49c5a52' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-59b11059-aa8e-4faf-802d-e0f5f49c5a52' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ca2f63c-a5ff-40ac-a2f6-b33662693852' class='xr-var-data-in' type='checkbox'><label for='data-9ca2f63c-a5ff-40ac-a2f6-b33662693852' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-01-15T08:31:52.404426000&#x27;, &#x27;2022-01-31T08:31:54.541425000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.16e+06 3.16e+06 ... 2.917e+06</div><input id='attrs-54f53a0c-9438-4d20-8758-89d15905f933' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-54f53a0c-9438-4d20-8758-89d15905f933' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ed9cf7e-0939-450a-aa57-976a14b81145' class='xr-var-data-in' type='checkbox'><label for='data-7ed9cf7e-0939-450a-aa57-976a14b81145' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-30.0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd></dl></div><div class='xr-var-data'><pre>array([3160185., 3160155., 3160125., ..., 2916705., 2916675., 2916645.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.684e+06 2.685e+06 ... 2.9e+06</div><input id='attrs-0578c8ad-e47a-441b-b031-03d0cf3e15fb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0578c8ad-e47a-441b-b031-03d0cf3e15fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-77105d6d-3ad4-4562-8547-27e2df386b2c' class='xr-var-data-in' type='checkbox'><label for='data-77105d6d-3ad4-4562-8547-27e2df386b2c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>30.0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd></dl></div><div class='xr-var-data'><pre>array([2684475., 2684505., 2684535., ..., 2900145., 2900175., 2900205.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>6933</div><input id='attrs-cb75dd68-b49a-4cdb-a7f8-b685882b1eaa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cb75dd68-b49a-4cdb-a7f8-b685882b1eaa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d2beab3-b0a1-4ae1-aded-c95ce9479ec3' class='xr-var-data-in' type='checkbox'><label for='data-9d2beab3-b0a1-4ae1-aded-c95ce9479ec3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;WGS 84 / NSIDC EASE-Grid 2.0 Global&quot;,GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]],PROJECTION[&quot;Cylindrical_Equal_Area&quot;],PARAMETER[&quot;standard_parallel_1&quot;,30],PARAMETER[&quot;central_meridian&quot;,0],PARAMETER[&quot;false_easting&quot;,0],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;6933&quot;]]</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_cylindrical_equal_area</dd></dl></div><div class='xr-var-data'><pre>array(6933, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-04e4569c-625f-4265-95ef-c3cd41b6a303' class='xr-section-summary-in' type='checkbox'  checked><label for='section-04e4569c-625f-4265-95ef-c3cd41b6a303' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>red</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0</div><input id='attrs-a3c5adc4-3b62-4756-b4f6-34813468c6f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a3c5adc4-3b62-4756-b4f6-34813468c6f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b37024ef-7fd3-4a6b-855a-2156befc207d' class='xr-var-data-in' type='checkbox'><label for='data-b37024ef-7fd3-4a6b-855a-2156befc207d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><pre>array([[[0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        ...,\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0]],\n",
       "\n",
       "       [[0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        ...,\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0]]], dtype=uint16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>green</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0</div><input id='attrs-91ee5e56-3118-45b7-a87c-7cc45e7c42ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-91ee5e56-3118-45b7-a87c-7cc45e7c42ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d1f6201-532a-4de2-9f97-34a318a49afd' class='xr-var-data-in' type='checkbox'><label for='data-0d1f6201-532a-4de2-9f97-34a318a49afd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><pre>array([[[0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        ...,\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0]],\n",
       "\n",
       "       [[0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        ...,\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0]]], dtype=uint16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>blue</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0</div><input id='attrs-30fb8db3-f5b2-4e26-83ed-06d6244ab04e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30fb8db3-f5b2-4e26-83ed-06d6244ab04e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df1a4d59-46f8-4c21-bed8-b262a2861993' class='xr-var-data-in' type='checkbox'><label for='data-df1a4d59-46f8-4c21-bed8-b262a2861993' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><pre>array([[[0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        ...,\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0]],\n",
       "\n",
       "       [[0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        ...,\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0],\n",
       "        [0, 0, 0, ..., 0, 0, 0]]], dtype=uint16)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-551cdd19-21f6-4f55-9c64-bf348d794cf9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-551cdd19-21f6-4f55-9c64-bf348d794cf9' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (time: 2, y: 8119, x: 7192)\n",
       "Coordinates:\n",
       "  * time         (time) datetime64[ns] 2022-01-15T08:31:52.404426 2022-01-31T...\n",
       "  * y            (y) float64 3.16e+06 3.16e+06 3.16e+06 ... 2.917e+06 2.917e+06\n",
       "  * x            (x) float64 2.684e+06 2.685e+06 2.685e+06 ... 2.9e+06 2.9e+06\n",
       "    spatial_ref  int32 6933\n",
       "Data variables:\n",
       "    red          (time, y, x) uint16 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0\n",
       "    green        (time, y, x) uint16 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0\n",
       "    blue         (time, y, x) uint16 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0\n",
       "Attributes:\n",
       "    crs:           EPSG:6933\n",
       "    grid_mapping:  spatial_ref"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import datacube\n",
    "\n",
    "dc = datacube.Datacube(app=\"my_analysis\")\n",
    "\n",
    "datasets = dc.find_datasets(\n",
    "    product=\"ls9_sr\",\n",
    "    x=(29.0, 29.01),\n",
    "    y=(25.0, 25.01),\n",
    "    time=(\"2022-01-01\", \"2022-02-01\"),\n",
    ")\n",
    "\n",
    "ds = dc.load(\n",
    "    datasets=datasets,\n",
    "    measurements=[\"red\", \"green\", \"blue\"],\n",
    "    output_crs=\"EPSG:6933\",\n",
    "    resolution=(-30, 30),\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e07c219-2a73-439a-935b-c56b8a665635",
   "metadata": {},
   "source": [
    "We can see that `dc.load` has returned an `xarray.Dataset` containing data from our two input datasets.\n",
    "This `xarray.Dataset` includes:\n",
    "\n",
    "> _Dimensions_\n",
    ">\n",
    "> * This header identifies the number of timesteps returned `(time: 2)` as well as the number of resulting pixels in the `x` and `y` directions.\n",
    ">\n",
    "> _Coordinates_\n",
    ">\n",
    "> * `time` identifies the time attributed to each returned timestep.\n",
    "> * `x` and `y` provide coordinates for each pixel within the returned data.\n",
    "> * `spatial_ref` provides information about the spatial grid used to load the data\n",
    ">\n",
    "> _Data variables_\n",
    ">\n",
    "> * These are the measurements available for the loaded product. \n",
    "> For every timestep (`time`) returned by the query, the measured value at each pixel (`y`, `x`) is returned as an array for each measurement. \n",
    "> Each data variable is itself an `xarray.DataArray` object.\n",
    ">\n",
    "> _Attributes_\n",
    ">\n",
    "> * Other important metadata or attributes for the loaded data\n",
    "\n",
    "We can also inspect our loaded data by plotting it:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e2d72bc5-24be-4c58-9ea5-a683451009fc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.plot.facetgrid.FacetGrid at 0x7fa8ba244310>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 504x216 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds[[\"red\", \"green\", \"blue\"]].to_array().plot.imshow(col=\"time\", robust=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a95db0d6-4f35-4562-8851-fb1a3037bf16",
   "metadata": {},
   "source": [
    "## Querying and Loading\n",
    "\n",
    "We can see in the image above that `dc.load()` has loaded the entire input datasets, which for Landsat 9 includes the extent of a full satellite path-row scene.\n",
    "\n",
    "Instead, we may prefer to load a subset of data for a specific spatial and temporal extent. To do this, we can query and load data directly with `dc.load()` without first searching for datasets using `dc.find_datasets()`.\n",
    "\n",
    "To achieve this, we can pass all the inputs we originally passed to `dc.find_datasets()` (e.g. `product`, `x`, `y`, `time`) to `dc.load()` instead:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "594576c9-dbda-44c7-8b63-961ec7fdd2f3",
   "metadata": {},
   "outputs": [
    {
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       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (time: 2, y: 388, x: 322)\n",
       "Coordinates:\n",
       "  * time         (time) datetime64[ns] 2022-01-15T08:31:52.404426 2022-01-31T...\n",
       "  * y            (y) float64 3.103e+06 3.103e+06 ... 3.092e+06 3.092e+06\n",
       "  * x            (x) float64 2.798e+06 2.798e+06 ... 2.808e+06 2.808e+06\n",
       "    spatial_ref  int32 6933\n",
       "Data variables:\n",
       "    red          (time, y, x) uint16 22285 22517 22302 ... 21193 22230 20021\n",
       "    green        (time, y, x) uint16 17701 17715 17627 ... 16897 17321 16152\n",
       "    blue         (time, y, x) uint16 13124 13073 13038 ... 12580 12743 12352\n",
       "Attributes:\n",
       "    crs:           EPSG:6933\n",
       "    grid_mapping:  spatial_ref</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-e95dff02-2129-407e-8beb-95777ee60fc3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e95dff02-2129-407e-8beb-95777ee60fc3' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2</li><li><span class='xr-has-index'>y</span>: 388</li><li><span class='xr-has-index'>x</span>: 322</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-83e746a4-5ec0-45ff-91a0-e48bc72c4997' class='xr-section-summary-in' type='checkbox'  checked><label for='section-83e746a4-5ec0-45ff-91a0-e48bc72c4997' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-15T08:31:52.404426 2022-...</div><input id='attrs-11370ec5-d631-4c3b-b875-06c137e4b58a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-11370ec5-d631-4c3b-b875-06c137e4b58a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e389571-c7ea-4366-a696-4ba4c7eb8db6' class='xr-var-data-in' type='checkbox'><label for='data-4e389571-c7ea-4366-a696-4ba4c7eb8db6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-01-15T08:31:52.404426000&#x27;, &#x27;2022-01-31T08:31:54.541425000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.103e+06 3.103e+06 ... 3.092e+06</div><input id='attrs-b0e0618e-e4a4-4d7c-a551-197aef400185' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b0e0618e-e4a4-4d7c-a551-197aef400185' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c94671d9-5608-4d4a-a37f-8123808b00da' class='xr-var-data-in' type='checkbox'><label for='data-c94671d9-5608-4d4a-a37f-8123808b00da' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-30.0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd></dl></div><div class='xr-var-data'><pre>array([3103155., 3103125., 3103095., ..., 3091605., 3091575., 3091545.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.798e+06 2.798e+06 ... 2.808e+06</div><input id='attrs-dfb86996-15f3-4bda-ab26-b996be80b67f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dfb86996-15f3-4bda-ab26-b996be80b67f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5c76b54-bf28-489c-9ab1-8e6b913406fc' class='xr-var-data-in' type='checkbox'><label for='data-b5c76b54-bf28-489c-9ab1-8e6b913406fc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>30.0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd></dl></div><div class='xr-var-data'><pre>array([2798115., 2798145., 2798175., ..., 2807685., 2807715., 2807745.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>6933</div><input id='attrs-8b3623d8-47f7-4c8b-afdf-04c8cdb32cf7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8b3623d8-47f7-4c8b-afdf-04c8cdb32cf7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d4911348-56df-4406-8da0-03a0c40ad206' class='xr-var-data-in' type='checkbox'><label for='data-d4911348-56df-4406-8da0-03a0c40ad206' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;WGS 84 / NSIDC EASE-Grid 2.0 Global&quot;,GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]],PROJECTION[&quot;Cylindrical_Equal_Area&quot;],PARAMETER[&quot;standard_parallel_1&quot;,30],PARAMETER[&quot;central_meridian&quot;,0],PARAMETER[&quot;false_easting&quot;,0],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;6933&quot;]]</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_cylindrical_equal_area</dd></dl></div><div class='xr-var-data'><pre>array(6933, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-18ea874a-211f-487d-9aa2-93a99ccb2b20' class='xr-section-summary-in' type='checkbox'  checked><label for='section-18ea874a-211f-487d-9aa2-93a99ccb2b20' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>red</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>22285 22517 22302 ... 22230 20021</div><input id='attrs-fb12a58f-fb9b-4d51-a8c4-dc85fddde298' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fb12a58f-fb9b-4d51-a8c4-dc85fddde298' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b14b856e-11d3-400b-b458-629991cd2006' class='xr-var-data-in' type='checkbox'><label for='data-b14b856e-11d3-400b-b458-629991cd2006' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><pre>array([[[22285, 22517, 22302, ..., 21413, 20999, 21574],\n",
       "        [22341, 22491, 22085, ..., 21626, 21561, 21877],\n",
       "        [22301, 22460, 22165, ..., 21665, 21588, 21756],\n",
       "        ...,\n",
       "        [24115, 24888, 25792, ..., 20956, 21669, 22967],\n",
       "        [22615, 23856, 23501, ..., 22195, 22587, 21675],\n",
       "        [21486, 22060, 22370, ..., 21763, 22309, 20655]],\n",
       "\n",
       "       [[22378, 22584, 22344, ..., 21283, 21226, 21514],\n",
       "        [22470, 22529, 22087, ..., 21617, 21502, 21632],\n",
       "        [22450, 22489, 22162, ..., 21748, 21657, 21743],\n",
       "        ...,\n",
       "        [23484, 24889, 25562, ..., 20414, 21516, 22466],\n",
       "        [21873, 23465, 22538, ..., 21541, 22208, 21308],\n",
       "        [21045, 21975, 21825, ..., 21193, 22230, 20021]]], dtype=uint16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>green</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>17701 17715 17627 ... 17321 16152</div><input id='attrs-f519df4c-331b-463c-9d2a-24ed142f596a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f519df4c-331b-463c-9d2a-24ed142f596a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95b0e253-422a-4761-99b2-f8b49f2f52b9' class='xr-var-data-in' type='checkbox'><label for='data-95b0e253-422a-4761-99b2-f8b49f2f52b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><pre>array([[[17701, 17715, 17627, ..., 16707, 16548, 16822],\n",
       "        [17731, 17715, 17493, ..., 16793, 16823, 16962],\n",
       "        [17699, 17688, 17533, ..., 16851, 16854, 16938],\n",
       "        ...,\n",
       "        [18403, 19115, 19725, ..., 16433, 16856, 17553],\n",
       "        [17709, 18519, 18426, ..., 17190, 17343, 17020],\n",
       "        [16940, 17442, 17583, ..., 16875, 17207, 16305]],\n",
       "\n",
       "       [[17837, 17854, 17788, ..., 16849, 16835, 16967],\n",
       "        [17849, 17837, 17631, ..., 16999, 16989, 17029],\n",
       "        [17852, 17783, 17648, ..., 17013, 17039, 17062],\n",
       "        ...,\n",
       "        [18074, 18758, 19134, ..., 16374, 16979, 17498],\n",
       "        [17187, 18102, 17901, ..., 17046, 17343, 16893],\n",
       "        [16785, 17386, 17434, ..., 16897, 17321, 16152]]], dtype=uint16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>blue</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>13124 13073 13038 ... 12743 12352</div><input id='attrs-532d2d0f-0ec7-430b-8032-c52bf081da73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-532d2d0f-0ec7-430b-8032-c52bf081da73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55fd6190-1977-44f1-832b-69bcdfc53de4' class='xr-var-data-in' type='checkbox'><label for='data-55fd6190-1977-44f1-832b-69bcdfc53de4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><pre>array([[[13124, 13073, 13038, ..., 12362, 12346, 12346],\n",
       "        [13114, 13034, 12967, ..., 12364, 12396, 12389],\n",
       "        [13121, 13024, 12956, ..., 12370, 12411, 12381],\n",
       "        ...,\n",
       "        [13058, 13424, 13744, ..., 12105, 12304, 12608],\n",
       "        [12868, 13385, 13266, ..., 12380, 12506, 12378],\n",
       "        [12607, 12799, 12863, ..., 12318, 12533, 12151]],\n",
       "\n",
       "       [[13269, 13222, 13186, ..., 12650, 12630, 12630],\n",
       "        [13234, 13199, 13161, ..., 12680, 12695, 12674],\n",
       "        [13227, 13181, 13127, ..., 12662, 12695, 12670],\n",
       "        ...,\n",
       "        [12911, 13186, 13399, ..., 12372, 12586, 12777],\n",
       "        [12683, 13309, 13124, ..., 12662, 12740, 12633],\n",
       "        [12530, 12818, 12905, ..., 12580, 12743, 12352]]], dtype=uint16)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-889e1f32-01f4-439b-82de-6c5c8bad3f4b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-889e1f32-01f4-439b-82de-6c5c8bad3f4b' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs :</span></dt><dd>EPSG:6933</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (time: 2, y: 388, x: 322)\n",
       "Coordinates:\n",
       "  * time         (time) datetime64[ns] 2022-01-15T08:31:52.404426 2022-01-31T...\n",
       "  * y            (y) float64 3.103e+06 3.103e+06 ... 3.092e+06 3.092e+06\n",
       "  * x            (x) float64 2.798e+06 2.798e+06 ... 2.808e+06 2.808e+06\n",
       "    spatial_ref  int32 6933\n",
       "Data variables:\n",
       "    red          (time, y, x) uint16 22285 22517 22302 ... 21193 22230 20021\n",
       "    green        (time, y, x) uint16 17701 17715 17627 ... 16897 17321 16152\n",
       "    blue         (time, y, x) uint16 13124 13073 13038 ... 12580 12743 12352\n",
       "Attributes:\n",
       "    crs:           EPSG:6933\n",
       "    grid_mapping:  spatial_ref"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = dc.load(\n",
    "    product=\"ls9_sr\",\n",
    "    x=(29.0, 29.1),\n",
    "    y=(25.0, 25.1),\n",
    "    time=(\"2022-01-01\", \"2022-02-01\"),\n",
    "    measurements=[\"red\", \"green\", \"blue\"],\n",
    "    output_crs=\"EPSG:6933\",\n",
    "    resolution=(-30, 30),\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6138f450-e5ab-48de-8c2d-640035b4a5c2",
   "metadata": {},
   "source": [
    "We can see from `Dimensions` that a much smaller set of pixels have now been loaded compared to the previous time we called `dc.load()`.\n",
    "\n",
    "If we plot our new `xarray.Dataset`, we can see that `dc.load()` has now loaded data for only the specific `x` and `y` ranges we specified:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "cf12e020-9f01-49fc-9348-159a71d7832d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.plot.facetgrid.FacetGrid at 0x7fa88e4d4d00>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x216 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds[[\"red\", \"green\", \"blue\"]].to_array().plot.imshow(col=\"time\", robust=True)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
